@keyframes rwdcur119315 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur119315 0.8s linear infinite forwards;
}
